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Product Search Data Sheet
DSS1ZB32A332Q91A “#” indicates a package specification code.
Note: This datasheet may be out of date.
Please download the latest datasheet of DSS1ZB32A332Q91%23 from the official website of Murata
Manufacturing Co., Ltd.
http://www.murata.com/en-US/products/productdetail?partno=DSS1ZB32A332Q91%23
Attention
1.This datasheet is downloaded from the website of Murata Manufacturing Co., Ltd. Therefore, it’s specifications are subject to change or our products in it may be discontinued
without advance notice. Please check with our sales representatives or product engineers before ordering.
2.This datasheet has only typical specifications because there is no space for detailed specifications.
Therefore, please review our product specifications or consult the approval sheet for product specifications before ordering.
URL : https://www.murata.com/ Last updated08/18/2020
Product Data
Insertion Loss Characteristics Insertion Loss Characteristics (Main Items)
Equivalent Circuit
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